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Show that if f is a function from S to T, where S and T are finite sets with |S|>|T|, then there are elements s1 and s2 in S such that f(s1)=f(s2), or in other words, f is not one-to-one. | Numerade

Show that if f is a function from S to T, where S and T are finite sets with |S|>|T|, then there are elements s1 and s2 in S such that f(s1)=f(s2), or in other words, f is not one-to-one. |

Show that if f is a function from S to T, where S and T are finite sets with |S|>|T|, then there are elements s1 and s2 in S such that f(s1)=f(s2), or in other words, f is not one-to-one.

numerade.com2020年4月11日

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